Sylow Theorems

Let be a Prime Number, a Group, and the order of .

1. If divides , then has a Sylow p-Subgroup.

2. In a Finite Group, all the Sylow p-Subgroup are isomorphic for somefixed .

3. The number of Sylow p-Subgroup for a fixed is Congruent to 1 (mod ).

• Cosh
• Cosine
• Cosine Apodization Function
• Cosine Circle
• Cosine Integral
• Cosines Law
• Cosmic Figure
• Cosmological Theorem
• Costa-Hoffman-Meeks Minimal Surface
• Costa Minimal Surface
• Cosymmedian Triangles
• Cotangent
• Cotangent Bundle
• Cotes Circle Property
• Cotes Number
• Cotes' Spiral
• Coth
• Coulomb Wave Function
• Count
• Countable Additivity Probability Axiom
• Countable Set
• Countable Space
• Countably Infinite Set
• Counting Generalized Principle
• Counting Number